学习在社区问答中对问题路由进行排序

Zongcheng Ji, Bin Wang
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引用次数: 55

摘要

本文研究了社区问答(CQA)中的问题路由(QR)问题,其目的是将新发布的问题路由到最有可能回答这些问题的潜在答题者。解决这一问题的传统方法只考虑新发布的问题与用户简介之间的文本相似度特征,而忽略了重要的统计特征,包括特定于问题的统计特征和特定于用户的统计特征。此外,传统的方法是基于无监督学习的,不容易将丰富的特征引入其中。本文提出了一种基于概念排序学习的QR分类框架。首先收集由三元组(q、提问者、回答者)组成的训练集。然后,通过引入每个CQA会话中提问者和回答者之间的内在关系来捕获用户对问题q的专业程度的内在标签/顺序,提出两种不同的方法,包括基于svm和基于rankingsvm的方法,从训练集中学习具有不同示例创建过程的模型。最后,使用训练好的模型对潜在答案进行排序。在Stack Overflow的真实CQA数据集上进行的大量实验表明,我们提出的两种方法都可以优于传统的查询似然语言模型(QLLM)和最先进的基于潜在狄利克雷分配的模型(LDA)。具体来说,基于rankingsvm的方法在统计上比基于svm的方法有了显著的改进,获得了最佳的性能。
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Learning to rank for question routing in community question answering
This paper focuses on the problem of Question Routing (QR) in Community Question Answering (CQA), which aims to route newly posted questions to the potential answerers who are most likely to answer them. Traditional methods to solve this problem only consider the text similarity features between the newly posted question and the user profile, while ignoring the important statistical features, including the question-specific statistical feature and the user-specific statistical features. Moreover, traditional methods are based on unsupervised learning, which is not easy to introduce the rich features into them. This paper proposes a general framework based on the learning to rank concepts for QR. Training sets consist of triples (q, asker, answerers) are first collected. Then, by introducing the intrinsic relationships between the asker and the answerers in each CQA session to capture the intrinsic labels/orders of the users about their expertise degree of the question q, two different methods, including the SVM-based and RankingSVM-based methods, are presented to learn the models with different example creation processes from the training set. Finally, the potential answerers are ranked using the trained models. Extensive experiments conducted on a real world CQA dataset from Stack Overflow show that our proposed two methods can both outperform the traditional query likelihood language model (QLLM) as well as the state-of-the-art Latent Dirichlet Allocation based model (LDA). Specifically, the RankingSVM-based method achieves statistical significant improvements over the SVM-based method and has gained the best performance.
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